Solution Found!
If is V necessarily greater than V1 and/or V2 ? Discuss.
Chapter 28, Problem 5Q(choose chapter or problem)
If \(\vec{V}=\vec{V}_{1}+\vec{V}_{2} \text { is } V\) necessarily greater than \(V_{1} \text { and /or } V_{2}\)? Discuss.
Equation Transcription:
Text Transcription:
\vec V= \vec V1+ \vec V2 is V
V1 and /or V2
Questions & Answers
QUESTION:
If \(\vec{V}=\vec{V}_{1}+\vec{V}_{2} \text { is } V\) necessarily greater than \(V_{1} \text { and /or } V_{2}\)? Discuss.
Equation Transcription:
Text Transcription:
\vec V= \vec V1+ \vec V2 is V
V1 and /or V2
ANSWER:
Problem 5Q
Step-by-step solution
Step 1 of 2
If two vectors of equal magnitude and opposite in direction are added, then the vector sum will have a magnitude of zero. The magnitude of the sum of the vector depends on the angle between the two contributing vectors and angle is the main factor that helps in determining the magnitude of the vector sum. Three possible situations are illustrated below.
